Okay. Chargers recover a fumble on the kickoff, hold the ball during a 29:30 possession, go into halftime, receive the kickoff, and then run a 30:00 possession right after. I tell you, it's an infallible plan!

Okay. Chargers recover a fumble on the kickoff, hold the ball during a 29:30 possession, go into halftime, receive the kickoff, and then run a 30:00 possession right after. I tell you, it's an infallible plan!

After running this through IBM's SPSS Analytical Statistics software, it appears that
there is less than .05 probability of the San Diego football Chargers "beating" the
Denver Donkeys in San Diego. Using an ANOVA (Analysis of Variance) test followed by
a post hoc Tukey-test, indications are that I have a slightly better chance of bedding
Emily Ratajkowski (M=8.26, SD=3.14), than the Chargers chances of "beating" the Broncos in Denver
(M=2.85, SD=1.19)F (3,21), p<.001.

After running this through IBM's SPSS Analytical Statistics software, it appears that
there is less than .05 probability of the San Diego football Chargers "beating" the
Denver Donkeys in San Diego. Using an ANOVA (Analysis of Variance) test followed by
a post hoc Tukey-test, indications are that I have a slightly better chance of bedding
Emily Ratajkowski (M=8.26, SD=3.14), than the Chargers chances of "beating" the Broncos in Denver
(M=2.85, SD=1.19) F (3,21), p<.001.

Do you think this team can beat Denver? (NOW)(KC hasn't really played anyone yet. No discounting them.)

Colts Beat (SEA and 49ers in back to back games)

I know the Bolts are inconsistent. (Beating teams we were expected to lose to and ETC). This is probably in everyone's mind right now.

Click to expand...

This team could beat Denver, probably easier at Qualcomm than Mile High. The key is to hit Peyton early and regularly. If the Bolts D can do this the team has a chance, if they don't Peyton will carve them up. I think the Bolts offense can put 17 points on the board.

After running this through IBM's SPSS Analytical Statistics software, it appears that
there is less than .05 probability of the San Diego football Chargers "beating" the
Denver Donkeys in San Diego. Using an ANOVA (Analysis of Variance) test followed by
a post hoc Tukey-test, indications are that I have a slightly better chance of bedding
Emily Ratajkowski (M=8.26, SD=3.14), than the Chargers chances of "beating" the Broncos in Denver
(M=2.85, SD=1.19) F (3,21), p<.001.